Total Positivity: Combinatorics, Geometry and Representation Theory
Explore total positivity theory in matrices, its applications, and recent developments in combinatorics, geometry, and representation theory.
Combinatorial Inequalities and Combinatorial Interpretations - Part II
Explore polynomial inequalities and their combinatorial interpretations, focusing on defect analysis and algebraic representations in this advanced seminar on combinatorial mathematics.
Combinatorial Inequalities and Combinatorial Interpretations - Part I
Explore classical inequalities in enumerative and algebraic combinatorics, their combinatorial interpretations, and their impact on the field. Gain insights into complexity theoretic aspects.
What Does Machine Learning Have to Offer Mathematics? - Theoretically Speaking
Explore the intersection of machine learning and mathematics, focusing on novel techniques in combinatorics and potential impacts on mathematical practice.
Party Hard! The Maths of Connections - 2013
Explore unexpected applications of connection mathematics, from modeling flu epidemics to galaxy formation, through an intriguing party guest problem.
Discrete Random Models - Minicourse 03
Explore discrete random models in this advanced mathematics workshop. Gain insights into probabilistic techniques for analyzing complex network structures and random processes.
Tournaments on Root Systems
Explore tournaments on root systems in discrete probability and statistics. Engage in collaborative research, minicourses, and open problem sessions at IMPA's month-long extended program for mathematicians.
The Number of Random 2-SAT Solutions is Asymptotically Log-Normal
Explore discrete probability and statistics in a month-long program featuring talks, minicourses, and collaborative sessions. Engage with researchers and delve into topics like random 2-SAT solutions.
Random Discrete Models - Course 1
Explore random discrete models in this advanced mathematics lecture. Delve into probability theory and network analysis with expert insights from PUC-Chile researcher Dieter Mitsche.
K-rings of Wonderful Varieties and Matroids
Explore K-rings of wonderful varieties and matroids with Shiyue Li, delving into advanced mathematical concepts and their applications in algebraic geometry.
הילוכים מקריים במישור ללא חיתוכים
חקור הילוכים מקריים במישור ללא חיתוכים בהרצאה מעמיקה מאת אסף נחמיאס, המציגה תובנות מתמטיות מתקדמות בנושא מרתק זה.
Young Diagrams - Combinatorics, Algebra and Geometry
חקור דיאגרמות יאנג ואת הקשרים שלהן לקומבינטוריקה, אלגברה וגיאומטריה בהרצאה מעמיקה זו.
מסביב לשאלת דנצר
חקור את שאלת דנצר המפורסמת בתורת המספרים עם פרופ' ברק וייס, ולמד על התפתחויות עדכניות וגישות חדשות לפתרון בעיה מתמטית מאתגרת זו.
אנטומיה של מספרים ותמורות
חקור את האנטומיה של מספרים ותמורות בהרצאה מרתקת מאת פרופ' ליאור ברי סורוקר, המציגה תובנות מתמטיות מתקדמות.
הרצאת צהרי יום ג - תורת החבורות הגיאומטרית
חקור את תורת החבורות הגיאומטרית עם פרופ' יהודה שלום בהרצאה מעמיקה מאוניברסיטת תל אביב. גלה תובנות מתקדמות בתחום מתמטי חשוב זה.
Crystal Bases for Quantum Superalgebras - Lecture 2
Explore crystal bases for quantum superalgebras, focusing on advanced representation theory concepts and their applications in mathematical physics.
Local Weak Convergence for Random Constraint Satisfaction Problems
Explore local weak convergence in random constraint satisfaction problems with Princeton's Allan Sly, delving into advanced statistical mechanics concepts beyond two dimensions.
Dimers in 3D - Large Deviations Principle and Statistical Mechanics
Explore 3D dimer tilings and their large deviations principle, comparing with 2D results and examining unique challenges in higher dimensions through simulations and mathematical insights.
Shuffle Algebras, Lattice Paths and Macdonald Functions
Explore connections between Macdonald functions, shuffle algebras, and vertex model partition functions in this advanced mathematics lecture on algebraic and probabilistic aspects of universality.
Arctic Curves for Vertex Models
Exploration of arctic curves in 2D integrable lattice models, focusing on 6 Vertex and 20 Vertex models. Discusses phase boundaries, tangent method, and related combinatorial results in tiling problems.
Interacting Polya Urns - Statistical Mechanics Beyond 2D
Explore interacting Polya urns on graphs, their asymptotic behavior, and convergence to equilibrium in this statistical mechanics presentation by Omer Angel at UCLA's IPAM workshop.